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The Education of T.C. Mits: What modern mathematics means to you

"A delightful book."—New York Times

"I have studied with pleasure [this] new book…Beautiful examples…Illuminating. I am convinced that [Lieber's] original enterprise will get the recognition it so richly deserves."—Albert Einstein

"The Liebers have written an ingenious, entertaining, and illuminating book."—Saturday Review of Literature

"The book should be 'required reading' especially for non-mathematicians."—E.T. Bell, author of The Development of Mathematics

First published in 1942, this whimsical exploration of how to think in a mathematical mood continues to delight math-lovers of all ages.

Do you know that two times two is not always four; that the sum of the angles in a triangle does not always equal 180°; that sometimes it is possible to draw two parallel lines through the same point? InThe Education of T. C. MITS, Lillian Lieber opens the door to the wonder of mathematical thinking and its application to everyday life. Lieber uses simple language and fanciful illustrations drawn by her husband, Hugh, to present fundamental mathematical concepts with a deft touch.

The new foreword by Harvard University mathematics professor Barry Mazur is a tribute to the Liebers' influence on generations of mathematicians.

Lillian Lieber was the head of the Department of Mathematics at Long Island University. She wrote a series of lighthearted (and well-respected) math books in the 1940s, including The Einstein Theory of Relativity, Infinity, and Mits, Wits & Logic.

Hugh Gray Lieber was the head of the Department of Fine Arts at Long Island University. He illustrated many books written by his wife Lillian.

Barry Mazur Barry Mazur is a mathematician and is the Gerhard Gade University Professor at Harvard University. He is the author of Imagining Numbers (particularly the square root of minus fifteen). He has won numerous honors in his field, including the Veblen Prize, Cole Prize, Steele Prize, and Chauvenet Prize.

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Interesting little book which introduces mathematics as both useful and beautiful. I really appriciated the 'totem pole' disscussion -- five levels of mathematical inquiry and why they are each important. Pretty good stuff. Although, I have to say I didn't like the illustrations. (Sorry to everyo... ...more